Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit302-12-20020614_055200_20020614_103600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/06/14 |
Start Time | | 2002/06/14 05:52 |
End Time | | 2002/06/14 10:34 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -16.95 |
Dipole Tilt, in Y-Z GSE plane, deg | | 5.72 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 135.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit302-12-20020614_055200_20020614_103600-constBx0 |
Minimum Dst Value | | -6 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Polar for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |